A Dashboard to Analysis and Synthesis of Dimensionality Reduction Methods in Remote Sensing

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A Dashboard to Analysis and Synthesis of
Dimensionality Reduction Methods in
Remote Sensing
Elkebir Sarhrouni #1, Ahmed Hammouch *2, Driss Aboutajdine#3
#LRIT, Faculty of Sciences, Mohamed V - Agdal University, Morocco,
A. Ibn Battouta. 4. B.P. : 1014 Rabat, Morocco
1 sarhrouni436@yahoo.fr
* LRGE, ENSET, Mohamed V - Souissi University, Morocco
A. FAR BP : 6207 - Rabat Instituts Rabat Morocco
Abstract—Hyperspectral images (HSI) classification is a high technical remote sensing software. The
purpose is to reproduce a thematic map . The HSI contains more than a hundred hyperspectral measures,
as bands (or simply images), of the concerned region. They are taken at neighbors frequencies.
Unfortunately, some bands are redundant features, others are noisily measured, and the high
dimensionality of features made classification accuracy poor. The problematic is how to find the good
bands to classify the regions items. Some methods use Mutual Information (MI) and thresholding, to
select relevant images, without processing redundancy. Others control and avoid redundancy. But they
process the dimensionality reduction, some times as selection, other times as wrapper methods without
any relationship . Here , we introduce a survey on all scheme used, and after critics and improvement, we
synthesize a dashboard, that helps user to analyze an hypothesize features selection and extraction
softwares.
Keyword-Feature Selection Software, Feature Extraction Software, Hyperspectral images
Classification, Remote Sensing.
I. INTRODUCTION
Due to the recent achievements in the remote sensing technologies, we are faced at large quantity of
information, organized at bidirectional measures of the same region, called bands, and taken at very closed
frequencies. The goal here is to determine patterns in order to classify the points and produce the thematic map
of the concerned region. This technology is called Hyperspectral Images (HSI), and it opens new applications
fields and renews the problematics posed in classification domain. Explicitly we are faced at reduction of
dimensionality problematic. the feature classification domain, the choice of data affects widely the results.So,
the bands don’t all contain the information; some ands are irrelevant like those affected by various atmospheric
effects,and decrease the classification accuracy. And there exist redundant ands to complicate the learning
system and product incorrect prediction [1].
Even the bands contain enough information about the scene they may can’t predict the classes correctly if the
dimension of space images, is so large that needs many cases to detect the relationship between the bands and
the scene (Hughes phenomenon) [5]. We can reduce the dimensionality of hyperspectral images by selecting
only the relevant bands (feature selection or subset selection methodology), or extracting, from the original
bands, new bands containing the maximal information about the classes, using any functions, logical or
numerical (feature extraction methodology) [4,6], or we can use an hybrid schema containing selection before
extraction.
An example of Hyperspectral image that largely served for academic search is AVIRIS 92AV3C (Airborne
Visible Infrared Imaging Spectrometer). [2]. It contains 220 images taken of the region "Indiana Pine" at
"north-western Indiana", USA [2]. The 220 called bands are taken between 0.4μm and 2.5μm. Each band has
145 lines and 145 columns. The ground truth map is also provided, but only 10366 pixels are labeled fro 1 to 16.
Each label indicates one from 16 classes. The zeros indicate pixels how are not classified yet, see Figure.1.
Elkebir Sarhrouni et.al / International Journal of Engineering and Technology (IJET)
ISSN : 0975-4024
Vol 5 No 3 Jun-Jul 2013
2678
Fig. 1. The Ground Truth map of AVIRIS 92AV3C and the 16 classes.
The hyperspectral image AVIRIS 92AV3C contains numbers (measures) between 955 and
9406. Each pixel of the ground truth map has a set of 220 numbers along the hyperspectral image. This
numbers (measures) represent the reflectance of the pixel in each band.
So reducing dimensionality means selecting only the dimensions caring a lot of information regarding the
classes.
In this paper we collect all techniques and algorithms related to dimensionality reduction applied to
Hyperspectral images, or that can be applied to HSI. This survey provides a work board for analysis and
synthesis of dimensionality reduction.
We start, in section two by citing the principle notions related at classification in the context of dimensionality
reduction. In section three, we develop different schema and strategies for features selection and extraction, and
we discuss their ability to be applied to HSI. The forth section provides our synthesis of a work board flow for
selection, extraction and classification of HSI remote sensing
II. DIMENSIONALITY REDUCTION
A. General Purpose
AN important question that often arises in the field of data mining is the problem of having too many attributes.
In other words, the measured attributes are not all likely to be necessary for accurate discrimination. Therefore
include some features the model classification can lead to a worse model than if they were removed. In addition
it is not clear if the features are (or are not) relevant. In this context, dimensionality reduction use data-adaptive
methods using a priori information available, to inform us which variables are clearly relevant or not to the task
of classification [3].
B. The Curse of Dimensionality
While, theoretically, having more features should give us more power to discriminate classes, the real world
gives us many reasons why this is not usually the case. This means that what may work well in a unidimensional
may not be extended to high dimensions. This is the case where the amount of data must be increased to
maintain a level of precision parameters.
Thus, in a task induction, when the number of attributes increases, the time required for an algorithm sometimes
grows exponentially. Therefore, when the set of attributes is large enough, the induction algorithms are simply
insurmountable. So that the induction methods suffer from the curse of dimensionality [5].
This problem is compounded by the fact that many attributes can be either irrelevant or redundant with other
features in predicting the class of an instance. In this context, these attributes serve no purpose except to
increase the s induction time.
C. Generic Process for Dimensionality Reduction
The dimensionality reduction techniques usually involve of both search algorithms and scoring functions.
Search algorithms generate subsets solutions possible, and they compare them by using the score as a measure
of the effectiveness of each solution. But the search for optimal solution is unattainable due to calculation cost.
Aha [9] cites three typical components to achieve a dimensionality reduction of features: a search algorithm to
traverse the space of subsets possible, an evaluation function to maximize, receiving a subset of features and
provides a numeric value; and finally a performance function which is here the classification.
D. Categorization of Dimensionality Reduction Methods According to the Feature Generation Process
Seen from the generation attributes, dimensionality reduction methods are either:
They realize the reduction by transformation of data vectors which gives the attribute extraction,
Elkebir Sarhrouni et.al / International Journal of Engineering and Technology (IJET)
ISSN : 0975-4024
Vol 5 No 3 Jun-Jul 2013
2679
摘要:

ADashboardtoAnalysisandSynthesisofDimensionalityReductionMethodsinRemoteSensingElkebirSarhrouni#1,AhmedHammouch*2,DrissAboutajdine#3#LRIT,FacultyofSciences,MohamedV-AgdalUniversity,Morocco,A.IbnBattouta.4.B.P.:1014Rabat,Morocco1sarhrouni436@yahoo.fr*LRGE,ENSET,MohamedV-SouissiUniversity,MoroccoA.FAR...

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